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I need help to answer the following questions a. Let / (0) = ex- + 4x + 3. Find the local maximum, local minimum, global

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I need help to answer the following questions

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a. Let / (0) = ex- + 4x + 3. Find the local maximum, local minimum, global maximum and global minimum of f on [-3,5] by using the first derivative test and Fermat's theorem. b. Let / be a function such that f'(x) = -x(x + 3) (x - 5). Where is f increasing and decreasing? Does / have a local max or a local min

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